...Lesson 4 Call Money After reading this lesson, you will be conversant with: Participants and Purpose of Call Market Developments in Indian Call Market Role of Reserve Bank of India Call Markets in Other Countries Treasury Management: Theory and Practice Introduction The call money market is a part of the money market and refers to the overweight funds lent and borrowed, mostly by banks for daily liquidity management. Call/Notice money is an amount borrowed or lent for a very short period. If the period is more than one day and up to 14 days it is called „Notice Money‟, otherwise the amount is called „Call Money‟. Under call money market, funds are transacted on overnight basis and under notice money market, funds are transacted for the period between 2 days and 14 days. The call money market is most liquid of all short-term money market segments and it is also the most sensitive barometer measuring the liquidity conditions prevailing in financial markets. The call money is the money repayable on demand. The maturity period of call loans varies between 1 to 14 days. The money that is lent for one day in call money market is also known as „overnight money‟. The number of days is specified and the call money has to be repaid on the due date. The intimation for repayment enables the borrower to arrange the money on the due date and the duration of notice money is similar to that of call money i.e., up to 14 days. Therefore, the notice money is not seen in the market. The...
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...ANALYSIS OF CALL MONEY MARKET Done by, ABHISHEK JESSIE MOSES 15MBA0069 VIT Business School fostering innovation CHAPTER-1 INTRODUCTION CALL MONEY MARKET Call money market is a short-term money market, which allows for large financial institutions, such as banks, mutual funds and corporations to borrow and lend money at interbank rates. The loans in the call money market are very short, usually lasting no longer than a week and are often used to help banks meet reserve requirements. The call/notice money market forms an important segment of the Indian Money Market. Under call money market, funds are transacted on an overnight basis and under notice money market, funds are transacted for a period between 2 days and 14 days. Participants in call/notice money market currently include scheduled commercial banks (excluding RRBs), co-operative banks (other than Land Development Banks) and Primary Dealers (PDs), both as borrowers and lenders .The call money market is influenced by liquidity conditions, mainly governed by deposit mobilization, capital flows and the reserve bank’s operations affecting banks’ reserve requirements on the supply side and tax outflows, government borrowing programme, non-food credit off-take and seasonal fluctuations such as large currency drawals during the festive season on the demand side. During the times of easy liquidity...
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...MONTHLY AVERAGE CALL MONEY TABLE-XVIII (Percent per annum) Period Borrowing Rate Lending Rate Highest Lowest Average Highest Lowest Average 2001 18.29 4.53 8.26 19.16 4.79 8.57 2002 33.53 2.05 9.49 35.39 2.77 9.56 2003 33.25 1.82 6.88 34.99 2.56 8.17 2004 50.00 2.10 4.93 54.66 1.89 5.74 2005 32.45 3.00 9.57 32.45 3.00 9.57 2006 120.00 3.00 11.11 120.00 3.00 11.11 2007 18.00 6.00 7.37 18.00 6.00 7.37 2008 22.00 1.00 10.24 22.00 1.00 10.24 2009 19.00 0.05 4.39 19.00 0.05 4.39 2010 190.00 2.00 8.06 190.00 2.00 8.06 January 8.25 2.50 4.83 8.25 2.50 4.83 February 7.75 2.00 4.51 7.75 2.00 4.51 March 6.50 2.00 3.51 6.50 2.00 3.51 April 7.65 2.15 4.35 7.65 2.15 4.35 May 13.50 2.45 5.07 13.50 2.45 5.07 June 12.50 2.00 6.62 12.50 2.00 6.62 July 7.50 2.50 3.33 7.50 2.50 3.33 August 12.00 2.50 6.36 12.00 2.50 6.36 September 15.00 3.50 6.97 15.00 3.50 6.97 October 9.50 2.00 6.19 9.50 2.00 6.19 November 37.00 3.50 11.38 37.00 3.50 11.38 December 190.00 5.00 33.54 190.00 5.00 33.54 2011 24.00 3.00 ...
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...Chapter 12 & 20 Chapter 21 The Black-Scholes Formula and Option Greeks Adapted from Black & Scholes (1973), The Pricing of Options and Corporate Liabilities, The Journal of Political Economy, Vol. 81, No. 3., pp. 637-654. 2 Black-Scholes Assumptions • Assumptions about stock return distribution Continuously compounded returns on the stock are normally distributed and there is no jumps in the stock price The volatility is a known constant Future dividends are known, either as discrete dollar amount or as a fixed dividend yield • Assumptions about the economic environment The risk-free rate is a known constant There are no transaction costs or taxes It is possible to short-sell costlessly and to borrow at the risk-free rate 3 Black-Scholes Assumptions • The original paper by Black and Scholes begins by assuming that the price of the underlying asset follows a process like the following dS (t ) ( )dt dZ (t ) S (t ) where (20. 1) S(t) is the stock price dS(t) is the instantaneous change in the stock price is the continuously compounded expected return on the stock δ is the dividend yield on the stock is the continuously compounded standard deviation (volatility) Z(t) is the standard Brownian motion dZ(t) is the change in Z(t) over a short period of time 4 Black-Scholes Assumptions • There are 2 important implications of equation (20.1) Suppose the stock price now is S(0). If the stock...
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...management of corporate cash flow 3 1 Foreign Currency Derivatives Derivatives are used by firms to achieve one of more of the following individual benefits: Permit firms to achieve payoffs that they would not be able to achieve without derivatives, or could achieve only at greater cost Hedge risks that otherwise would not be possible to hedge Make underlying markets more efficient Reduce volatility of stock returns Minimize earnings volatility Reduce tax liabilities Motivate management (agency theory effect) 4 Foreign Currency Derivatives What are they? Forward contracts Futures contracts Options Swaps 5 Foreign Currency Futures A foreign currency (FX) futures contract is an alternative to a forward contract that calls for future delivery of a standard amount of foreign exchange at a fixed time, place and price. It is similar to futures contracts that exist for commodities such as cattle, lumber, interest-bearing deposits, gold, etc. In the US, the most important market for foreign currency futures is the International Monetary Market (IMM), a division of the Chicago Mercantile...
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...not the obligation to perform a certain action. More specifically in finance it means that if we buy a call option we have the right but not the obligation to buy: a fixed amount; at a fixed time; at a fixed price; of the underlying instrument. On the other hand if we buy a put option we have the right but not the obligation to sell: a fixed amount; at a fixed time; at a fixed price; of the underlying instrument. TABLE 1: OPTION TERMINOLOGY Call option Put option Exercise price/Strike price In the money Out of the money American Option European Option Premium Traded Option Over the counter option Let us commence with a summary of the terminology surrounding options. This is given in Table 1 and many of the terms should be familiar from the foreign exchange and interest rate exposure sections of the syllabus. USES OF OPTIONS Options have two major uses on financial markets, speculation and hedging. Figure 1 gives an example of how speculators can use options to gamble on share price movements. It will be noted that the payoff from the option investment is far more volatile than from the straight share. This is because with the option, Barney is specualting on the movement in the share price rather than the share price itself. He has effectively geared up his investment. This is a very high-risk strategy and Barney could quite easily lose all of his money. Figure 2 gives a...
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...Project Report on Derivatives | Introduction to Futures & Options 1.0INTRODUCTION In recent times the Derivative markets have gained importance in terms of their vital role in the economy. The purpose of this report to get an orientation to the derivatives and develop a basic understanding of what it is and how does it work. Derivatives are financial instruments, which derive their value from an underlying asset. The underlying asset can be bullion, index, share, bonds, currency, interest, etc. Derivatives are likely to grow even at a faster rate in near future. The emergence of the market for derivatives products, most notably futures and options, can be tracked back to the willingness of risk-averse economic agents to guard themselves against uncertainties arising out of fluctuations in asset prices. By their very nature, the financial markets are marked by a very high degree of volatility. Through the use of derivative products, it is possible to partially or fully transfer price risks by locking-in asset prices. As instruments of risk management, these generally do not influence the fluctuations in the underlying asset prices. However, by locking-in asset prices, derivative product minimizes the impact of fluctuations in asset prices on the profitability and cash flow situation of risk-averse investors. However, the use of F&O has grown into other segments like leveraged trading and arbitrage. 2.0 OBJECTIVES OF THE REPORT: ...
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...position in the spot market, and for speculating on subsequent spot movements. › Hedging - Fiduciary call writing - Covered call writing - Protective put buying › Synthetic futures contracts › Speculating - Spreads - Straddles - other 2 › Fiduciary call writing - Writing call options against an asset already held - Involves frequent rebalancing to maintain a hedged position › Covered call writing - Hedger simply writes one call option for each unit of asset held › Synthetic puts - Created by one call option for each unit of an asset sold short › Protective put buying - Purchase of put options to insure a long asset position › Synthetic call - The combination of a short asset and a written put 3 Creating Synthetic Futures Contracts › Options can be combined to create synthetic futures contracts › A combination of options that consists of a written European call and a purchased european put, with the same exercise prices and expirations, behaves in a manner identical to a short position in a futures contract. › A long position in a synthetic futures contract is created by purchasing European calls and writing corresponding puts. 4 Put-call futures parity › A riskless portfolio consisting of short futures contract and long synthetic futures contract Position Current Value STX Short Futures 0 Tf0 Long Call CE 0 ST-X Short Put -PE -(X-ST) 0 Tf0 Tf0 CE -PE - ST –X Tf0 ...
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...endeavor is call centers. The call center located in El Paso, Texas has a contract with COX Communications. They handle billing, technical, and retention calls for the cable, Internet, and phone provider. The call centers are normally a lucrative operation for Xerox. Under certain conditions though, Xerox can lose money in the call centers. The biggest revenue killer is overstaffing. “Whatever the purpose of research, a problem must exist in order to justify an investigation of the phenomena within the environment” (Trewatha & Holliday, 2015). Xerox’s loss of revenue due to overstaffing is a substantial issue that merits research to find a solution. To understand how Xerox loses money in overstaffing situations, we must first discuss how Cox Communications pays Xerox and how Xerox pays its call agents. Xerox pays their agents whenever they are logged into their phones, whether they are actually on a call or just waiting for a call to come in. Arden Pease, an operations manager at Xerox, mentioned “Cox Communications only pays Xerox when an agent is actually on a call. So when an agent is on a call, COX pays Xerox and Xerox pays the agent. When an agent is not on a call Xerox is paying the agent without any revenue coming in from COX” (A. Pease, personal communication, April 20, 2015). Each agent is paid $9.00 an hour plus bonuses. Xerox is losing at least $0.15 cents per minute per agent. On any given day, Xerox has an average of 30 agents available (waiting for a call to come...
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...no TAX, She will receive $5000+(5000x3.8%). Obviously it is worth than stock option. Q3: The options do not vest until the fifth year and the strike price is $35. What is the price of the 5-year option? If Jameson chose stock options, she would hold European 3000 call options (early exercise is impossible) on stocks without dividends which give her the right to buy Telstar stocks at the strike price $35 per share in the 5th year from the date she joins Telstar. The option price is $2.65. Total value of 3000 call options that Jameson would receive is 3000 x $2.65 = $7943 (taxes and transaction costs are ignored), which is option premiums that Jameson can receive if she sells her 3000 granted options. Q4: If Jameson chose cash compensation package and if there is no tax, she will receive $5000 today. If she used this money to invest in 5-year T-bills, the future value of her compensation would be worth: $5000 x 1.0602 = $5301 in 5 years. $7943 is worth than $5301. If she accepts deal (stock option and job), she should untie her wealth from the fortunes of Telstar by using bull spread strategy, which is to sell identical call options with higher strike price, for instance $40, to insure her long call position. Buy selling option at $40 strike price, she can get option premiums. If Telstar’s stock price will not rise to $35, she will not exercise options granted by Telstar but can get option premiums to compensate her losses from not being able to exercise options. If...
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...Equity derivatives can playa useful role in implementing tax-efficient strategies that maximize after-tax returns. The key is to understand the costs, benefits, and rules for applying each instrument or strategy and then to select the best instrument to accomplish the investor's objectives and minimize the taxes. istorically, u.s. trust departments that managed money for taxable investors were restricted in their use of derivative securities. Because of such obstacles (some of which are a matter of education more than anything else), derivatives are not the first tool that comes to mind for managing taxable investments, even though they offer advantages for many clients. Derivatives are often perceived as complex in themselves; the roles derivatives can play when taxes are involved add yet another layer of complexity. Equity derivatives, independent of any tax motivation, are used for reducing the risk of holding equities or as efficient substitutes for equities. In both contexts, derivatives have natural applications in tax-related strategies. This presentation discusses the general tax issues facing corporate money managers or high-networth individuals with respect to equity derivatives, explains how to use derivatives to maximize after-tax portfolio returns, discusses specific tax-efficient derivative strategies, and provides a case study highlighting tax loss harvesting.' H Capital Gains. For individuals, sales of securities generally result in a long-term capital gain...
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...You are expecting IBM stock price to go up in next 8 months, however you are not completely sure. So you decide to use just one option, either European call or European put on IBM stock maturing in 8 months to bet on your view about IBM’s stock price prospects. Suppose that the current stock price and the strike price for both call and put on the IBM stock is $50. (a) What option will you invest in? Explain. Call. Call price will go up if the stock price goes up. The losses are limited by the option premium paid. (b) At what price will you breakeven if both put and call options are sold for the same premium of $5 Breakeven stock price $50+$5 = $55 (c) Assume that the risk free rate is 3% per annum. Also assume that the standard deviation of IBM’s stock return is 30% per year. What is the Black-Scholes value of the option you have identified in part a? Step 1: find d1 and d2 d_1=(ln(50/50)+(0.03+〖0.30〗^2/2)×8/12)/(0.30×√(8/12))=0.2041 d_2=0.2041-0.30×√(8/12)=-0.0408 Step 2: find N(d1) and N(d2) Using the cumulative normal table obtain N(d1) = N(0.20) = 0.5793 and N(d2) = N(-0.04) = 0.4841 Step 3: calculate the call option value c=$50×0.5793-$50×e^(-0.03×(8/12) )×0.4841=$5.2393 (d) What is the time value of the option you have identified in part a? Because the stock price equals the strike price ($50) the total value of the option would consist of time value only, therefore the time value of this option is $5.2393 Problem 2 You anticipate that the volatility...
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...Options Markets Chap 9 Options, Futures, and Other Derivatives, 8th Edition, John C. Hull 2011 1 Review of Option Types • A call is an option to buy • A put is an option to sell • A European option can be exercised only at the end of its life • An American option can be exercised at any time 2 Derivatives - Options Give the holder the right to buy or sell the underlying at a certain date for a certain price. (European options) • • • • • Right to buy call option Right to sell put option Payoff function: call: C(T)= max{S(T)-K, 0}, put: P(T)=max{K-S(T),0} Cash settlement Exchanges: CBOE, CBOT, Eurex, LIFFE, ... Derivatives - Options • • • • Strike K Maturity T Buy option Sell option you can buy or sell for that price date when the option expires long position (holder) short position (writer) Exercising ... ... only at maturity possible European ... at any date up to maturity possible American Option Positions • • • • Long call Long put Short call Short put 5 Long Call (Figure 9.1, Page 195) Profit from buying one European call option: option price = $5, strike price = $100, option life = 2 months 30 Profit ($) 20 10 70 0 -5 loss 80 90 100 Terminal stock price ($) 110 120 130 6 Short Call (Figure 9.3, page 197) Profit from writing (selling) one European call option: option price = $5, strike price = $100 Profit ($) 5 0 -10 -20 110 120 130 70 80 90 100 Terminal stock price ($) -30 ...
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...BEA3001 Financial Management 2012-2013 Option Pricing Dr Bill Peng, CFA Today • Describe the basic characteristics of financial options • Develop the Binomial Option Pricing Model • Discuss the Put-Call Parity theorem • Introduce and apply Black-Scholes Option Pricing Model BP BEA3001 Financial Management 2 Coursework Test 1 Directions • Reminder: CW Test 2 [4pm Wed 20th Mar 2013] • CW Test 1: 6pm on Monday 26th November • Students entitled to extra time: STC/C • Surnames starting with letters “A” to “K” (inclusive): Amory Moot Room • Surnames starting with letters “L” to “W” (inclusive): STC/A • Surnames starting with letters “X” to “Z” (inclusive): STC/B BP BEA3001 Financial Management 3 Coursework Test 1 Directions cont’d • Everyone should arrive in the corridor outside either Amory Moot Room or STC A/B/C by 6:15pm and wait QUIETLY to be called into a test room • We will aim to get you settled and started as soon as possible and you will be free by 8:00pm at the latest, if all of you could kindly follow the instructions • Fair-play: breach of exam rules will be punished • You should have with you your student ID card, a note of your 2012-2013 candidate number, pencils, erasers, pens and a calculator BP BEA3001 Financial Management 4 Coursework Test 1 Directions cont’d • You should take a seat where a test paper (together with an answer booklet) has been placed, but DO NOT touch the test paper or the answer booklet until told to do...
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...Overview................................................................................................................................1 20.1 Financial Options...........................................................................................................2 Call Options ......................................................................................................................2 Put Options......................................................................................................................5 American, European, and Bermudan Options.................................................................6 More on the Shapes of Option Payoff Functions.............................................................7 20.2 Option Valuation............................................................................................................8 Limits on Option Values...................................................................................................8 Variables That Affect Option Values..............................................................................10 The Binomial Option Pricing Model ...............................................................................12 . Put-Call...
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